000			01285nam a2200181Ia 4500
005			20241211205637.0
008			241211s1979 xx 000 0 und d
020			_afcnm1770
082			_a512.7I/H22
100			_aHardy, G. H.
245		3	_aAn Introduction to the Theory of Numbers
250			_a6ta
260			_aNew York : _bClarendon Press, _c1979
300			_a426 páginas
505			_a1.The series of primes 1. 2.The series of primes 2. 3.Farey series and a theorem of minkowski. 4.Irrational numbers. 5.Congruences and residues. 6.Fermat’s theorem and its consequences. 7.General properties of congruences. 8.Congruences to composite moduli. 9.The representation of numbers by decimals. 10.Continued fractions. 11.Approximation of irrationals by rationals. 12.The fundamental theorem of arithmetic in k1, Ki, and Kp. 13.Some Diophantine equations. 14.Quadratic fields 1. 15.Quadratic fields 2. 16.The arithmetical functions. 17.Generating functions of arithmetical functions. 18.The order of magnitude of arithmetic functional. 19.Partitions. 20.The representation of a number by two or four squares. 21.Representation by cubes and higher powers. 22.The series of primers 3. 23.Kronecker’s theorem. 24.Geometry of numbers.
700			_a Whrit, E. M.
942			_yLIB
999			_c50991 _d50991